Recent progress of quantum simulation of non-Hermitian systems

厄米矩阵 开放量子系统 量子模拟器 量子 量子网络 量子过程 量子技术 量子信息科学 统计物理学 量子算法 量子系统 物理 量子信息 量子操作 量子态 理论物理学 计算机科学 量子力学 量子动力学 量子纠缠
作者
Xue-Er Gao,Dai-Li Li,Zhihang Liu,Chao Zheng
出处
期刊:Chinese Physics [Science Press]
卷期号:71 (24): 240303-240303 被引量:5
标识
DOI:10.7498/aps.71.20221825
摘要

Quantum simulation is one of the main contents of quantum information science, aiming to simulate and investigate poorly controllable or unobtainable quantum systems by using controllable quantum systems. Quantum simulation can be implemented in quantum computers, quantum simulators, and small quantum devices. Non-Hermitian systems have aroused research interest increasingly in recent two decades. On one hand, non-Hermitian quantum theories can be seen as the complex extensions of the conventional quantum mechanics, and are closely related to open systems and dissipative systems. On the other hand, both quantum systems and classical systems can be constructed as non-Hermitian systems with novel properties, which can be used to improve the precision of precise measurements. However, a non-Hermitian system is more difficult to simulate than a Hermitian system in that the time evolution of it is no longer unitary. In this review, we introduce recent research progress of quantum simulations of non-Hermitian systems. We mainly introduce theoretical researches to simulate typical non-Hermitian quantum systems by using the linear combinations of unitaries, briefly showing the advantages and limitations of each proposal, and we briefly mention other theoretical simulation methods, such as quantum random walk, space embedded and dilation. Moreover, we briefly introduce the experimental quantum simulations of non-Hermitian systems and novel phenomena in nuclear magnetic resonance, quantum optics and photonics, classical systems, etc. The recent progress of the combinations of quantum simulation and non-Hermitian physics has promoted the development of the non-Hermitian theories, experiments and applications, and expand the scope of application of quantum simulations and quantum computers.

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